On involutions of iterated bundle functors
Volume 106 / 2006
Colloquium Mathematicum 106 (2006), 135-145
MSC: 58A05, 58A20.
DOI: 10.4064/cm106-1-12
Abstract
We introduce the concept of an involution of iterated bundle functors. Then we study the problem of the existence of an involution for bundle functors defined on the category of fibered manifolds with $m$-dimensional bases and of fibered manifold morphisms covering local diffeomorphisms. We also apply our results to prolongation of connections.
